Authors: Dmitri Rabounski
This study applies the mathematical method of chronometric invariants, which are physically observable quantities in the four-dimensional space-time (Zelmanov A.L., Soviet Physics Doklady, 1956, vol.1, 227-230). The isotropic region of the space-time is considered (it is known as the isotropic space). This is the home of massless light-like particles (e.g. photons). It is shown that the isotropic space rotates with a linear velocity equal to the velocity of light. The rotation slows in the presence of gravitation. Even under the simplified conditions of Special Relativity, the isotropic space still rotates with the velocity of light. A manifestation of this effect is the observed Hubble redshift explained as energy loss of photons with distance, for work against the non-holonomity (rotation) field of the isotropic space wherein they travel (Rabounski D. The Abraham Zelmanov Journal, 2009, vol.2, 11-28). It is shown that the light-speed rotation of the isotropic space has a purely geometrical origin due to the space-time metric, where time is presented as the fourth coordinate, expressed through the velocity of light.
Comments: 16 pages, Published in "The Abraham Zelmanov Journal", vol.2, pp. 208-223 (2009).
[v1] 21 Feb 2010
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